Wide Flange H-Steel Beams Steel with Full Size

Wide Flange H-Steel Beams Steel with Full Size System 1

Wide Flange H-Steel Beams Steel with Full Size

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Loading Port:: Dalian

Payment Terms:: TT OR LC

Min Order Qty:: 120 m.t

Supply Capability:: 150000 m.t/month

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Specification

Standard:

AISI,JIS,GB,BS,DIN,API,EN,ASTM

Technique:

Hot Rolled,Cold Rolled,Cold Drawn,ERW,Forged,Saw,Extruded,EFW,Spring

Shape:

U Channel,Square,C Channel,Hexagonal,Round,Rectangular,Oval,LTZ

Surface Treatment:

Galvanized,Coated,Copper Coated,Color Coated,Oiled,Dry,Chromed Passivation,Polished,Bright,Black,PVDF Coated

Steel Grade:

Q195,Q215,Q235,Q215B,Q235B,RHB335,HRB400,200 Series,300 Series,400 Series,600 Series,SS400-SS490,10#,20#,A53(A,B)

Certification:

ISO,SGS,BV,IBR,RoHS,CE,API,BSI,UL

Thickness:

Length:

12000

Net Weight:

Quick Detail

Place of Origin:	Tianjin, China (Mainland)	Grade:	Q235B	Technique:	High Frequency
Application:	Building construction,Bridge construction etc.	Length:	6.0meters,9meters,12meters	Standard:	ASTM
Flange Width:	100-750mm	Flange Thickness:	3.0-10.0mm	Web Width:	50-250mm
Web Thickness:	2.3-8.0mm	Brand Name:	Liye

We can provide qualify goods,competitive price and speedy delivery.

Wide Flange H-Steel Beams Steel with Full Size

Products Description

H Type Steel Size and Theoretical Weight
Size	Theoretical Weight	Size	Theoretical Weight	Size	Theoretical Weight

(mm)	(kg/m)	(mm)	(kg/m)	(mm)	(kg/m)
100505*7	9.3	2501256*9	29	4461998*12	65.1
1001006*8	16.9	2502509*14	71.8	4502009*14	74.9
125606*8	13.1	2942008*12	55.8	48230011*15	110.8
1251256.5*9	23.6	2981495.5*8	32	48830011*18	124.9
1481006*9	31.1	3402509*14	36.7	4961999*14	77.9
150755*7	14	3001506.5*9	93	50020010*16	88.1
1501507*10	20.7	30030010*15	78.1	58230012*17	132.8
175905*8	18	3461746*9	41.2	58830012*20	147
1751757.5*11	40.4	3501757*11	49.4	59619910*15	92.4
1941506*9	29.9	35035012*19	134.9	60020011*17	103.4
198994.5*7	17.8	39030010*16	104.6	70030013*24	181.8
2001005.5*8	20.9	3961997*11	56.1	80030014*26	206.8
2002008*12	49.9	4002008*13	65.4	90030016*28	240.1
2441757*11	43.6	40040013*21	171.7
2481245*8	25.1	44030011*18	120.8
Length=6------12meters

Packaging & Delivery

Packaging Details:	Packed with waterproof paper and steel banding. or as clients requirements.
Delivery Detail:	15-25

FAQ

1. How can I get some samples?

We are honored to offer you samples. New clients are expected to pay for the courier cost. The samples are free for you.

2 Do you have any certificates?

Our products passed inspection of SGS, FDA, and CE Quality is priority! Every worker keeps the QC from the very beginning to the very end, Quality control department especially responsible for quality checking in each process.

3 Can your factory print or emboss my logo on the goods?

Yes, we can print or emboss the logo on the goods or their packing box.

4 What information should I let you know if I want to get a quotation?

1) The specification of products (length x width x thickness);

2) The temper and alloy.

3) The final product you will use to be made

4 It will be better if you can show us the pictures or design sketch. Samples will be best for clarifying. If not, we will recommend relevant products with details for reference.We usually produce goods based on customers

Samples or based on customers’ picture, logo, sizes etc.

Q: How do you calculate the plastic section modulus of steel H-beams?: To determine the plastic section modulus of steel H-beams, it is necessary to go through a series of steps. The plastic section modulus serves as a measure of the beam's resistance to bending and is crucial in establishing its load-carrying capability. Firstly, the geometry of the H-beam must be determined. The plastic section modulus relies on various dimensions, including the width, height, flange thickness, and web thickness of the H-beam. These measurements are typically provided by the manufacturer or can be directly measured. Next, the area of the H-beam must be calculated. This involves subtracting the area of the flanges from the area of the web. The formula for the H-beam's area is as follows: Area = (2 * flange thickness * flange width) + (web thickness * web height). The centroid of the H-beam needs to be calculated as well. The centroid represents the point at which the entire area of the H-beam can be considered to act. The formula for determining the centroid is: Centroid = (A1 * y1 + A2 * y2) / (A1 + A2). In this formula, A1 and A2 refer to the areas of the flanges and web, respectively, while y1 and y2 represent the distances from the centroid of each area to the neutral axis. The moment of inertia, which gauges the H-beam's resistance to bending, must also be calculated. The parallel axis theorem can be used to determine the moment of inertia. The formula for the moment of inertia is as follows: I = (A1 * y1^2) + (A2 * y2^2) + (A1 * (y1 - Centroid)^2) + (A2 * (y2 - Centroid)^2). In this formula, A1, A2, y1, y2, and Centroid are defined as in step 3. Finally, the plastic section modulus can be calculated by dividing the moment of inertia by the distance from the neutral axis to the extreme fiber, which is typically the point of maximum stress. The formula for the plastic section modulus is: Z = I / c. In this formula, Z represents the plastic section modulus, I denotes the moment of inertia, and c signifies the distance from the neutral axis to the extreme fiber. By following these steps and utilizing the appropriate formulas, one can accurately compute the plastic section modulus of steel H-beams. This value is crucial in ascertaining the beam's load-carrying capacity and its ability to withstand bending forces.

Q: How do you calculate the shear stress in steel H-beams?: To determine the shear stress in steel H-beams, one must ascertain the applied load and the cross-sectional area of the beam. The shear stress can then be calculated by dividing the applied load by the cross-sectional area. Initially, the cross-sectional area of the H-beam must be calculated. This can be accomplished by measuring the beam's dimensions, such as the flange width, flange thickness, web height, and web thickness. Subsequently, one can calculate the area of each component (flanges and web) and then add them together to obtain the total cross-sectional area. Subsequently, the applied load on the beam needs to be determined. This information can be obtained from the design specifications or the actual load imposed on the beam. Once the value of the applied load is known, it can be divided by the cross-sectional area of the beam to calculate the shear stress. It is important to note that shear stress is typically calculated under the assumption that the load is evenly distributed across the cross-section of the beam. If the load is not uniformly distributed or if additional factors such as bending moments are present, a more comprehensive analysis may be required. In conclusion, the calculation of shear stress in steel H-beams necessitates the determination of the cross-sectional area and the division of the applied load by this area. This calculation provides insights into the shear stress experienced by the beam and aids in the evaluation of its structural integrity.

Q: What are the design considerations for steel H-beams in coastal areas?: Several important factors need to be considered when designing steel H-beams for coastal areas in order to ensure their durability and longevity in the harsh and corrosive environment. 1. To combat corrosion, it is crucial to select steel with excellent corrosion-resistant properties, such as stainless steel or galvanized steel. These materials have protective coatings that can withstand the corrosive nature of the coastal environment where high levels of saltwater and humidity are present. 2. The strong winds and storms commonly experienced in coastal regions exert significant forces on the H-beams. Designers should take into account the wind load and ensure that the H-beams are adequately sized and reinforced to withstand these forces. Additionally, proper connections and fasteners should be utilized to maintain the structural integrity of the H-beams during extreme weather events. 3. Erosion and scour pose a risk to the stability of the H-beams in coastal areas. It is important to consider the soil conditions and design appropriate foundations for the H-beams to mitigate this risk. Additional measures such as using extra piling or protective barriers can be implemented to prevent erosion and scour around the H-beams. 4. Regular maintenance and inspection are essential for steel H-beams in coastal areas due to the harsh environment. This includes periodic cleaning, repainting, and inspection for signs of corrosion or damage. Implementing a diligent maintenance plan will help extend the lifespan of the H-beams. 5. Environmental impact should also be taken into consideration when designing H-beams for coastal areas. Coastal regions often have unique ecosystems and wildlife habitats, so designers should minimize disruption by using environmentally friendly coatings, avoiding sensitive areas, and implementing mitigation measures such as bird deterrents. In conclusion, the design of steel H-beams for coastal areas should consider factors such as corrosion resistance, wind load, erosion and scour, maintenance and inspection, and environmental impact. By addressing these considerations, engineers can ensure the durability and resilience of the H-beams in the challenging coastal environment.

Q: Can steel H-beams be used for supporting agricultural structures?: Certainly, agricultural structures can indeed be supported by steel H-beams. Renowned for their robustness and longevity, steel H-beams are well-suited for a wide range of purposes, including agricultural structures. Their exceptional ability to bear heavy loads and endure diverse environmental conditions is a testament to their strength. Steel H-beams offer a dependable and enduring support system for constructing barns, greenhouses, storage buildings, and other agricultural structures. Moreover, steel boasts resistance against pests, rot, and fire, rendering it an optimal choice for agricultural applications where these factors carry significant weight.

Q: Are steel H-beams resistant to impact and vibration?: Yes, steel H-beams are generally resistant to both impact and vibration due to their strong structural design and material properties. The H-shape provides excellent load-bearing capabilities, allowing the beams to withstand significant impact forces without deformation or failure. Additionally, the inherent stiffness and rigidity of steel make H-beams highly resistant to vibrations, ensuring their stability and durability in various applications.

Q: Can steel H-beams be used in bridge construction?: Indeed, steel H-beams have the potential to be utilized in the construction of bridges. Their strength, durability, and versatility make them a popular choice for bridge construction. The unique H-shape of these beams enables them to efficiently bear heavy loads and withstand diverse environmental conditions. Moreover, the fabrication process for steel H-beams is simple and efficient, leading to cost-effective bridge construction. The success of numerous projects worldwide has solidified the status of steel H-beams as a favored option for engineers and contractors in bridge construction.

Q: Can steel H-beams be used for agricultural structures?: Yes, steel H-beams can be used for agricultural structures. Steel H-beams offer several advantages for agricultural buildings. Firstly, they are incredibly strong and durable, able to withstand heavy loads and harsh weather conditions. This makes them ideal for supporting the weight of roofs, walls, and other structural components in agricultural buildings. Additionally, steel H-beams are versatile and can be easily customized to suit the specific requirements of agricultural structures. They can be cut to different sizes and lengths, allowing for flexibility in design and construction. This flexibility also makes them suitable for various types of agricultural buildings, such as barns, storage facilities, and livestock shelters. Moreover, steel H-beams are resistant to pests, rot, and decay, which can be common issues in agricultural environments. This ensures the longevity and reliability of the structures, minimizing the need for frequent repairs or replacements. Furthermore, steel H-beams are fire-resistant, offering an added layer of safety for agricultural buildings. This can be particularly important in areas where fire hazards are a concern. Finally, steel H-beams are cost-effective in the long run. Although they may have a higher upfront cost compared to other building materials, their durability and low maintenance requirements make them a cost-efficient choice over time. Overall, steel H-beams are a suitable and practical option for agricultural structures due to their strength, versatility, durability, resistance to pests and fire, and cost-effectiveness.

Q: How do steel H-beams contribute to the overall aesthetics of a building?: Steel H-beams contribute to the overall aesthetics of a building by providing a sleek and modern appearance. Their clean lines and structural integrity create a visually appealing framework that adds a sense of strength and stability to the structure. Additionally, the ability to span long distances without the need for additional support columns allows for open and spacious interior designs, enhancing the overall aesthetic appeal of the building.

Q: How do steel H-beams perform in terms of creep resistance?: Steel H-beams perform exceptionally well in terms of creep resistance. Due to their structural design and high-quality steel composition, H-beams are able to withstand significant loads over extended periods without experiencing significant deformation or creep. This makes them a reliable choice for various applications where long-term stability and resistance to creep are essential, such as in construction, bridges, and heavy machinery.

Q: What are the different types of steel H-beam connections for seismic-resistant buildings?: There are several types of steel H-beam connections commonly used in seismic-resistant buildings. These include moment-resisting connections, shear connections, and combined moment-shear connections. Moment-resisting connections are designed to resist bending and rotational forces and are commonly used in beam-to-column connections. Shear connections, on the other hand, are used to transfer shear forces between beams and columns. Combined moment-shear connections combine both moment-resisting and shear connections to provide enhanced structural integrity and resistance against seismic events. The selection of the appropriate type of connection depends on factors such as the building design, seismic zone, and load requirements.

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